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NEW QUESTION: 1
IPv6アドレスのステートレス割り当てをサポートするテクノロジーはどれですか？ （2つ選択してください。）
A. DNS
B. DHCP
C. DHCPv6
D. 自動構成
Answer: C,D

NEW QUESTION: 2
Sie verwalten eine Microsoft SQL Server 2014-Datenbank, die eine Tabelle mit dem Namen OrderDetail enthält.
Sie stellen fest, dass der nicht gruppierte Index NCI_OrderDetail_CustomerID fragmentiert ist. Sie müssen die Fragmentierung reduzieren. Sie müssen dieses Ziel erreichen, ohne den Index offline zu schalten.
Welchen Transact-SQL-Stapel sollten Sie verwenden?
A. ALTER INDEX NCI_OrderDetail_CustomerID ON OrderDetail.CustomerID REORGANIZE
B. ALTER INDEX ALL ON OrderDetail REBUILD
C. ALTER INDEX NCI_OrderDetail_CustomerID ON OrderDetail.CustomerID REBUILD
D. CREATE INDEX NCI_OrderDetail_CustomerID ON OrderDetail.CustomerID WITH DROP EXISTING
Answer: A
Explanation:
Erläuterung
REORGANIZE gibt an, dass die Ebene der Indexblätter neu organisiert werden soll. Die REORGANIZE-Operation wird immer online ausgeführt. Dies bedeutet, dass keine Sperren für langfristig blockierte Tabellen aufrechterhalten werden und Abfragen oder Aktualisierungen der zugrunde liegenden Tabelle während der Transaktion ALTER INDEX REORGANIZE fortgesetzt werden können.
Referenzen: https://docs.microsoft.com/en-us/sql/t-sql/statements/alter-index-transact-sql

NEW QUESTION: 3
The area of one square face of a rectangular prism is 121 square units. If the volume of the prism is 968
cubic units, what is the surface area of the prism?
A. 512 square units
B. 528 square units
C. 352 square units
D. 594 square units
E. 1,452 square units
Answer: D
Explanation:
Explanation/Reference:
The area of a square is equal to the length of a side, or edge, of the square times itself. If the area of a
square face is 121 square units, then the lengths of two edges of the prism are 11 units. The volume of
the prism is 968 cubic units. The volume of prism is equal to, where is the length of the prism, w is the
width of the prism, and is the height of the prism. The length and width of the prism are both 11 units.

The height is equal to: 968 = (11)(11) , 968 = 121= 8. The prism has two square faces and four

rectangular faces. The area of one square face is 121 square units. The area of one rectangular face is (8)
(11) = 88 square units. Therefore, the total surface area of the prism is equal to: 2(121) + 4(88) = 242 +
3 52 = 594 square units.